7.25.2007

Although, in hindsight, it really is intuitively obvious, it has been proven that infinity comes in different sizes. Mathematically, this is interesting, as it'll likely sprout a new branch of mathematics or something within the century. Or not, and it'll be cool anyway. In any case, I'll post a link, and the basic idea of it. Picture the set of natural numbers - it is infinitely large - now picture the reals, of which the naturals are a proper subset. The reals are also infinitely large, but a larger infinity, because the naturals are a proper subset. If you're not a mathie, the article does explain more clearly (and with the formal proof too, so its better both ways). Anyway, later.